Similarities between Handbook of the Mammals of the World and Talpidae
Handbook of the Mammals of the World and Talpidae have 5 things in common (in Unionpedia): Afrotheria, Eulipotyphla, Golden mole, Marsupial mole, Shrew.
Afrotheria
Afrotheria (from Latin Afro- "of Africa" + theria "wild beast") is a superorder of mammals, the living members of which belong to groups that are either currently living in Africa or of African origin: golden moles, elephant shrews (also known as sengis), otter shrews, tenrecs, aardvarks, hyraxes, elephants, sea cows, and several extinct clades.
Afrotheria and Handbook of the Mammals of the World · Afrotheria and Talpidae ·
Eulipotyphla
Eulipotyphla (which means "truly fat and blind") is an order of mammals suggested by molecular methods of phylogenetic reconstruction, which includes the laurasiatherian members of the now-invalid polyphyletic order Lipotyphla, but not the afrotherian members (tenrecs, golden moles, and otter shrews, now in their own order Afrosoricida).
Eulipotyphla and Handbook of the Mammals of the World · Eulipotyphla and Talpidae ·
Golden mole
Golden moles are small insectivorous burrowing mammals endemic to Sub-Saharan Africa.
Golden mole and Handbook of the Mammals of the World · Golden mole and Talpidae ·
Marsupial mole
Marsupial moles, the Notoryctidae family, are two species of highly specialized marsupial mammals that are found in the Australian interior.
Handbook of the Mammals of the World and Marsupial mole · Marsupial mole and Talpidae ·
Shrew
Shrews (family Soricidae) are small mole-like mammals classified in the order Eulipotyphla.
Handbook of the Mammals of the World and Shrew · Shrew and Talpidae ·
The list above answers the following questions
- What Handbook of the Mammals of the World and Talpidae have in common
- What are the similarities between Handbook of the Mammals of the World and Talpidae
Handbook of the Mammals of the World and Talpidae Comparison
Handbook of the Mammals of the World has 227 relations, while Talpidae has 128. As they have in common 5, the Jaccard index is 1.41% = 5 / (227 + 128).
References
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